ELECTROMAGNETIC SCATTERING BY A PERFECTLY CONDUCTING GRATING IN A HOMOGENEOUS CHIRAL ENVIRONMENT
均匀手性介质中理想导体光栅的电磁散射(英文)
摘要
The scattering of plane time-harmonic electromagnetic waves propagating in a homogeneous chiral environment by a perfectly conducting grating is studied.The problem is simplified to a two-dimensional scattering problem,and the existence and uniqueness of solutions are discussed by an integral equation approach.
The scattering of plane time-harmonic electromagnetic waves propagating in a homogeneous chiral environment by a perfectly conducting grating is studied. The problem is simplified to a two-dimensional scattering problem, and the existence and uniqueness of solutions are discussed by an integral equation approach.
参考文献12
-
1Lindell I V,Silverman M P.Plane-waves scattering from a nonchiral object in a chiral environment,Journal of the Optical Society of America A,1997,14:79-90.
-
2Kampia R D,Lakhtakia A.Extended Maxwell Garnett model for chiral-in-chiral composites,Journal of Physics D,1993,26:1746-1758.
-
3Athanasiadis C,Costakis G,Stratis I G.Electromagnetic scattering by a homogeneous chiral obstacle in a chiral environment,SIMA J Appl Math,2000,64:245-258.
-
4Lakhtakia A.Beltrami Fields in Chiral Media,Singapore:World Scientific Publishing Company,1994.
-
5Lakhtakia A,Varadan V K,Varadan V V.Time-harmonic Electromagnetic Fields in Chiral Media,Berlin,Heidelberg,New York:Springer-Verlag,1989.
-
6Ammari H,Nédélec J C.Time-harmonic electromagnetic fields in chiral media,In:E Meister ed,Modern Mathematical Methods in Diffraction Theory and its Applications in Engineering,1997,174-202.
-
7Bao G,Dobson D.On the scattering by a biperiodic structure,Proc Amer Math Soc,2000,128:2715-2723.
-
8Chen X F,Friedman A.Maxwell's equations in a periodic structure,Trans AMS,1991,323:465-507.
-
9Dobson D,Friedman A.The time-harmonic Maxwell equations in a doubly periodic structure,J Math Anal Appl,1992,166:507-528.
-
10Gerlach T.The two-dimensional electromagnetic inverse scattering problem for chiral media,Inverse Problems,1999,15:1663-1675.